How to Know Convolutional Neural Networks?

How to Know Convolutional Neural Networks?


Convolutional neural networks (CNNs) are a standard group of neural networks. These deep neural networks are typically applied to examining visual imagery. Sometimes, we call them shift-invariant or space-invariant artificial neural networks (SIANN). These are founded on their conversion invariance characteristics and shared-weights architecture. Convolutional neural networks are normalized versions of multilayer perceptrons. Usually, the multilayer perceptron’s mean fully connected networks. All neuron in one layer is connected to all neurons in the next layer is fully connected networks. That is, makes them disposed to over-fitting data.

Convolutional neural networks (CNNs) yield an unlike approach towards regularization.

The advantage of the hierarchical pattern is being taken in data. By using smaller and simpler patterns collect more complex patterns. So, CNN’s are on the lower extreme, on the scale of connectedness and difficulty.

These were inspired by biological processes as the connectivity pattern between neurons looks like the organization of the animal visual cortex. Convolutional Neural Networks do practice comparatively little pre-processing compared to other image ordering algorithms.


Convolutional neural networks have applications in the following areas;

  • Image and video recognition
  • Recommender systems
  • Image classification
  • Medical image analysis
  • Natural language processing
  • Brain-computer interfaces
  • Financial time series

How Do CNNs Layers Work?

Convolutional layers are the main building blocks used in CNNs. This is a simple application of a filter to an input. It gives results in inactivation. A feature map, which is a repeated application of a similar filter to an input result in a map of activation, indicates the locations and strength of a noticed feature in input, for example, an image. Filters may be handcrafted, for instance, line detectors. The innovation of convolutional neural networks is to study the filters during training in the setting of an exact guess problem.

Convolution in Convolutional Neural Networks

CNN is a particular type of neural network model designed for working with two-dimensional image data. They may be used too with one-dimensional and three-dimensional data. The convolutional layer, which gives the network its name, can be found from central to the convolutional neural network. The operation performed by this layer is known as convolution. A convolution is a linear operation. In this linear operations are included the multiplication of a set of weights with the input.

Filter or a kernel is the increase is achieved between an array of input data and a two-dimensional array of weights. The filter is lesser than the input data. The type of multiplication smeared between a filter-sized patch of the input & the filter is a dot product. It always does result in a single value because it results in a single value. The operation is frequently mentioned as the scalar product.

Convolution in Computer Vision

Applying the convolutional operation to image data is a common technique used in computer vision. Filters were made by hand by computer vision specialists. Those were then applied to an image to result in a feature map. The output from applying the filter then makes the analysis of the image relaxed in some way. Below example is a handcrafted 3×3 element filter for detecting vertical lines:

1 0.0, 1.0, 0.0

2 0.0, 1.0, 0.0

3 0.0, 1.0, 0.0

1 0.0, 1.0, 0.0

2 0.0, 1.0, 0.0

3 0.0, 1.0, 0.0

Applying this filter to an image would result in a feature map, which first contains vertical lines. This is known as a vertical line detector. We may see this from the weight values in the filter. Some pixel values in the center vertical line would be positively started and any on either side will be negatively activated. Systematically, dragging this filter crosswise pixel values in an image can only highlight vertical line pixels.

A horizontal line detector can too be created. It can also apply to the image, for instance:

1 0.0, 0.0, 0.0

2 1.0, 1.0, 1.0

3.0.0, 0.0, 0.0

1 0.0, 0.0, 0.0

2 1.0, 1.0, 1.0

3 0.0, 0.0, 0.0

Merging the results from both filters would result in all of the lines in an image being highlighted. A set of tens or even hundreds of other small filters may be designed to detect other features in the image.

Authority of Learned Filters

Knowledge of a single filter specific to a machine learning task is a powerful technique.

Up till now, convolutional neural networks attain much more in practice.

Multiple Filters

A convolutional neural network does not learn a single filter. Actually, they learn multiple structures in parallel for a given input. For instance, it is mutual for a convolutional layer to learn from 32 to 512 filters in parallel for a given input.

Multiple Channels

The color images have multiple channels. One channel is for each color channel, for example red, green, and blue.

Multiple Layers

Convolutional layers are not only applied to input data like raw pixel values. They may be applied to the output of other layers. The piling of convolutional layers permits a hierarchical decay of the input. Filters that operate directly on the raw pixel values would learn to extract low-level features, for example, lines. The filters may extract features that are combinations of lower-level features for example features that comprise multiple lines to express shapes. This process lasts till very deep layers are removing faces, animals, houses, and so on. This is just what we see in practice. The concept of features to high and higher orders as the depth of the network is increased. ​

Mansoor Ahmed is Chemical Engineer, web developer, a writer currently living in Pakistan. My interests range from technology to web development. I am also interested in programming, writing, and reading.
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